Elementary Number theory theorem: Adding to prime
Give examples of and prove the following theorem about integers. If A, B, and k are positive integers such that: A > B > 1; A and B are relatively prime; For every positive prime, p, such that p < k, either p divides A or p divides B: Then it is true that if A+B < k^2 (meaning k squared), then A+B... Sign in to see full entry.